Please help me with this practice.

This question is based on the fundamental theorem of calculus and your understanding of local extrema and inflection points. Label parts A through D clearly. Ideally, take a screenshot, import to notability and upload a screenshot of the completed work as an appropriately sized image. The function f is defined on the closed interval [-11, 7]. The graph consists of line segments and a semicircle. g (x ) = -3x+ / f (t)at A. Find g(-9) = B. Find g(7) = C. On what open interval is g(x) decreasing and concave up? Explain/justify. (your explanation should be specific - replace any "it" with the function to which you are referring D. Find the absolute maximum and absolute minimum for g (x) on the closed interval [-11, 7]. Justify. E. The function h(x) is defined below. Find h'(5). h(x) = - F (x)